A series of compound levers is used as weighbridge. If a mass of 14.4kg is placed on the pan P and it is required that x = 475mm to balance the beam ABC, determine the mass (in 1 decimal digit of a kg) of the truck. There are pins at all points lettered. Take EF - 0. 2m, FD = 3m, KG = GH = 7m, and HI = KJ - 0.2m.2nd question (answer in Bonus problem e): Is it necessary for the truck to be symmetrically placed on the scale? Explain. JKG & GHI are INDEPENDENT of EACH OTHER. A series of compound levers is used as weighbridge. If a mass of 14.4kg is placed on the pan Pand it is required that x 475mm to balance the beam ABC, determine the mass lin 1 decimal digit ofa kgl of the truck. There are pins at all points lettered. Take EF - 0. 2m, FD = 3m, KG - GH = 7m, and HI - KJ - 0.2m.2nd question Janswer in Bonus problem e): Is it necessary for the truck to be symmetrically placed on the scale? Explain. JKG & GHI are INDEPENDENT of EACH OTHER02m

Answered: Image /qna-images/answer/fa3fa540-3bc9-440f-be7b-ff4391df5409.jpg

series of compound levers is used as weighbridge. If a mass of 14.4kg is placed on the pan P and it is required that x = 475mm to balance the beam ABC, determine the mass (in 1 decimal digit of a kg) of the truck. There are pins at all points lettered. Take EF - 0. 2m, FD = 3m, KG = GH = 7m, and HI = KJ - 0.2m. 2nd question (answer in Bonus problem e): Is it necessary for the truck to be symmetrically placed on the scale? Explain. JKG & GHI are INDEPENDENT of EACH OTHER.

series of compound levers is used as weighbridge. If a mass of 14.4kg is placed on the pan P and it is required that x = 475mm to balance the beam ABC, determine the mass (in 1 decimal digit of a kg) of the truck. There are pins at all points lettered. Take EF - 0. 2m, FD = 3m, KG = GH = 7m, and HI = KJ - 0.2m. 2nd question (answer in Bonus problem e): Is it necessary for the truck to be symmetrically placed on the scale? Explain. JKG & GHI are INDEPENDENT of EACH OTHER.

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter9: Moments And Products Of Inertia Of Areas

Section: Chapter Questions

Problem 9.13P: Figure (a) shows the cross section of a column that uses a structural shape known as W867...

See similar textbooks

Similar questions

Please answer all since they are all connected. UPVOTE will be given! Please write the solutions completely and legiby. Box the final answer. Answer in 3 decimal places! Strength of Materials The hook is used to lift the force of P as shown. The section dimensions of a-a is given: P = 40 kN a = 25 mm b = 30 mm c = 70 mm a. Calculate the distance of the centroid of section a-a from the center of curvature in mm. b. Calculate the distance of the neutral axis of section a-a from the center of curvature in mm. c. Calculate the maximum tensile stress in section a-a in MPa. d. Calculate the maximum compressive stress in section a-a in MPa.
UPVOTE will be given! Please write the solutions completely and legiby. Box the final answer. Answer in 3 decimal places! Strength of Materials The hook is used to lift the force of P as shown. The section dimensions of a-a is given: P = 40 kN a = 25 mm b = 30 mm c = 70 mm a. Calculate the distance of the centroid of section a-a from the center of curvature in mm. b. Calculate the distance of the neutral axis of section a-a from the center of curvature in mm.
The crane arm in the figure lifts the 95 kg mass at the end. When the angle BC piston makes with the horizontal is at the position 8= 0°, which of the following is the force acting on the BC piston in N? 785 mm 340 110 mm mm 360 mm Lütfen birini seçin: a. 3248.83 b. 4241.51 C. 6107.74 d. 2214.24
Solve for the Maximum Value of P that prevents the bar AB from moving if it weighs 50 Kn pls use 3 decimal places all throughout the solution
The tension is 850 lb in cable AB and 950 lb in cable AC. B A 45 in. Wood Floor 40 in. 60 in. 65 in. D x Calculate the vector TAB in lb. terms of i, j, and k. Type in the absolute values of the multipliers of i, j, and k. Use positive integers. Calculate the vector TAC in lb. terms of i, j, and k. Type in the absolute values of the multipliers of i, j, and k. Use positive integers. Calculate the resultant vector R in lb. terms of unit vectors i, j, and k. Type in the absolute values of the multipliers of i, j, and k. Use positive integers. Calculate the magnitude of the resultant R of the forces at point A. Use a positive integer. The absolute value of the component of TAB in the x-direction is The absolute value of the component of TAB in the y-direction is The absolute value of the component of TAB in the z-direction is The absolute value of the component of TAC in the x-direction is The absolute value of the component of TAC in the y-direction is The absolute value of the component…
Fill in all blanks before submission. Round the answer to the nearest integer The figure shows a rod of length 6 ft and weight 100 lb hinged to the ground at point A. The rod rests on a stone in the shape of a sphere of radius 3ft. The center of the sphere O is located at a distance of 5 ft from point A. The normal reaction N between the sphere and the rod is lb. The horizontal component of the reaction at A is lb while the vertical component of the reaction at A is lb. 6 ft The magnitude of the reaction at A is lb. The angle of the reaction at A is 3 ft 0 5 ft
Solve for A and B. P=400 lbs. 8=30° P A 45° B e Drawing not to scale. Use given angles. Magnitude of Axial Force in Member A Magnitude of Axial Force in Member B Is Member A in Tension or Compression? Is Member B in Tension or Compression? 869 lbs 636 lbs Member A is in Compression + Member B is in Compression +
The Cylinder C in the Figure shown weighs 1000lb. Draw the FBD of cylinder C & of Rod AB
Solve magnitude P using method of sections if DG is -15kN
The pillar crane is subjected to the crate having a mass of 600 kg. The boom is held in position shown in picture. a) Determine the force in the tie rod FAB b) Determine the horizontal and vertical reactions at the pin support C. Enter your answers in kilonewtons to three significant figures and separated by a comma.
The figure shows the chain drive of a bicycle. How far will the bicycle move if the pedals are rotated through 180°? Assume the radius of the bicycle wheel is 12.7 inches. The bicycle will travel approximately (Round to the nearest tenth.) in. C -1.95 in 4.21 in
Frame and Machine From the figure, the load at G is 12 kN: 450 900 500, 600 1000 To determine: a) Piston force JL b) Pin force E and M c) Pin force D andC 600 M 450 Draw the FBD: 600 450 B - All necessary parts to get the piston force JL D. 450 450 300 Analytical Solution. Two decimal numbers for the calculation Dimensions in millimeters 1000